Two-constraint models art common in recreation-demand analysis because of t
he important role time can pla!: in consumer choices. Two versions of Rev's
identity hold for these models and imply coefficient restrictions on empir
ical demand functions. The two-constraint restrictions ale fully observable
and can be expressed in a form analogous to the Slutsky-Hicks equations in
single constraint consumer models. Empirical specifications that use full
prices and full budgets can be consistent with the two-constraint models, w
hen the marginal value of time is either exogenous or endogenous. but model
s with full prices and money income alone art: not.